Answer:
It will be higher on compounded daily than compounded monthly
Explanation:
At a higher compounding, the more interest are generated therefore, the cuota to pay the loan will be higher if the same rate compounds daily than monthly. That's because it capitalize more times during the period, generating more interest.
This find a limit in the continous rate, which generates interest instantly.
Answer:
False
Explanation:
"Microeconomics" is the branch of economic theory that deals with behavior and decision making by small units such as individuals and firms.
However, Macroeconomics deal with structural analysis of the economy as a whole.
The problem could be solved by using the future value (FV) formula: FV = PV × (1 + r)ⁿ, where;
PV = Present value
r = interest rate
n period
So, substituting the formula with the value:
FV = $38,600 × (1 + (.03÷52))⁵²
≈ $39,775.20
Note that the interest is divided by 52 since it has to be compounded weekly.
So, the weekly payment will amount to $764.91 ($39,775.20÷52).
Answer:
Amount borrowed = $69,418.30
Explanation:
<em>The amount borrowed by Texas Foods would be the present value of the $139,000 payable at the the ed of year 12 with a discount rate of 5.8% computed monthly</em>
PV = A× (1+ r/m)^(-m×n)
P= Amount borrowed-?
A= Lump sum payment- 139,000
r- interest rate- 5,8%
m- number of times compounding is done- 12
r/m= 5.8%/12=0.483%
PV - 139,000 × (1+0.004833)^(-12×
12)=69,418.30
Amount borrowed = $69,418.30
Answer:
The correct answer is c. Classical Conditioning
Explanation:
Classical conditioning (or Pavlovian conditioning) is one of the introductory subjects studied in the psychology career, and is one of the basic principles of learning.
Therefore, surely all psychologists and teachers have knowledge about their importance in associative learning or in the formation of pathologies such as phobias. There are few who do not know Ivan Pavlov and his experiments with dogs. For those who still don't know him, we explain his theory in detail below.